I want to find a ratio between $displaystyle T_2$ and $displaystyle T_1$ Announcing the arrival of Valued Associate #679: Cesar Manara Planned maintenance scheduled April 17/18, 2019 at 00:00UTC (8:00pm US/Eastern)$fracxy ge fraca_1b_1 ge fraca_2b_2$ and $b_1 le b_2 implies fracx+a_1y + b_1 ge fracx+a_2y + b_2$?Trying to show $|overrightarrowatimesoverrightarrowb|^2=|overrightarrowa|^2|overrightarrowb|^2-(overrightarrowa⋅overrightarrowb)^2$A Combination of decreasing functionsProve that $S = 8S_1-4S_2$ in the geometrical figureHow is this process defined?Equating Coefficients - Meaning and ExampleGeneral Componendo and Dividendo rule.Find two variable in terms of 6 other with 2 equalities available includes square root and square powerProof for points of intersecting circles.Finding $sum_i=1^100 a_i$ given that $sqrta_1+sqrta_2-1+sqrta_3-2+dots+sqrta_n-(n-1)=frac12(a_1+a_2+dots+a_n)=fracn(n-3)4$
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I want to find a ratio between $displaystyle T_2$ and $displaystyle T_1$
Announcing the arrival of Valued Associate #679: Cesar Manara
Planned maintenance scheduled April 17/18, 2019 at 00:00UTC (8:00pm US/Eastern)$fracxy ge fraca_1b_1 ge fraca_2b_2$ and $b_1 le b_2 implies fracx+a_1y + b_1 ge fracx+a_2y + b_2$?Trying to show $|overrightarrowatimesoverrightarrowb|^2=|overrightarrowa|^2|overrightarrowb|^2-(overrightarrowa⋅overrightarrowb)^2$A Combination of decreasing functionsProve that $S = 8S_1-4S_2$ in the geometrical figureHow is this process defined?Equating Coefficients - Meaning and ExampleGeneral Componendo and Dividendo rule.Find two variable in terms of 6 other with 2 equalities available includes square root and square powerProof for points of intersecting circles.Finding $sum_i=1^100 a_i$ given that $sqrta_1+sqrta_2-1+sqrta_3-2+dots+sqrta_n-(n-1)=frac12(a_1+a_2+dots+a_n)=fracn(n-3)4$
$begingroup$
I have the following variables:
$$ T_2, T_1, a_2, a_1, b_2, b_1, w, x, y, z$$
These are the following relations that I've found:
beginalign
T_2 &= a_2 + b_2 \[1ex]
T_1 &= a_1 + b_1 \[1ex]
frac a_2 a_1 &=fracxywz\[1ex]
frac b_2 b_1 &=fracwx
endalign
I would like to know if its possible to find a relationship of $dfracT_2T_1$ only in terms of $w, x, y, z $?
algebra-precalculus ratio
$endgroup$
add a comment |
$begingroup$
I have the following variables:
$$ T_2, T_1, a_2, a_1, b_2, b_1, w, x, y, z$$
These are the following relations that I've found:
beginalign
T_2 &= a_2 + b_2 \[1ex]
T_1 &= a_1 + b_1 \[1ex]
frac a_2 a_1 &=fracxywz\[1ex]
frac b_2 b_1 &=fracwx
endalign
I would like to know if its possible to find a relationship of $dfracT_2T_1$ only in terms of $w, x, y, z $?
algebra-precalculus ratio
$endgroup$
add a comment |
$begingroup$
I have the following variables:
$$ T_2, T_1, a_2, a_1, b_2, b_1, w, x, y, z$$
These are the following relations that I've found:
beginalign
T_2 &= a_2 + b_2 \[1ex]
T_1 &= a_1 + b_1 \[1ex]
frac a_2 a_1 &=fracxywz\[1ex]
frac b_2 b_1 &=fracwx
endalign
I would like to know if its possible to find a relationship of $dfracT_2T_1$ only in terms of $w, x, y, z $?
algebra-precalculus ratio
$endgroup$
I have the following variables:
$$ T_2, T_1, a_2, a_1, b_2, b_1, w, x, y, z$$
These are the following relations that I've found:
beginalign
T_2 &= a_2 + b_2 \[1ex]
T_1 &= a_1 + b_1 \[1ex]
frac a_2 a_1 &=fracxywz\[1ex]
frac b_2 b_1 &=fracwx
endalign
I would like to know if its possible to find a relationship of $dfracT_2T_1$ only in terms of $w, x, y, z $?
algebra-precalculus ratio
algebra-precalculus ratio
edited yesterday
Lee David Chung Lin
4,50841342
4,50841342
asked Mar 26 at 9:03
AfroeskimoAfroeskimo
115
115
add a comment |
add a comment |
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